I have a maths problem that I'm having difficulty solving for a literary work. I have an equilateral triangle with sides of 3 km. I already calculated the height to be 2.6 km roughly by Pythagoras's theorem and from there, I worked out the area to be 4 km/sq. I may have gotten these figures wrong so feel free to correct me. My problem is I'm trying to figure out how many rectangular sections of 50 meters by 25 meters I can divide the triangle into roughly. I understand that the shape means that not every section can be a rectangle but I'm just looking for a rough estimate. Thank you.
The square of the equilateral triangle is St=a2/4*sqrt(3)=3.897114 km2 The square of the rectangle section is Sr=b*c=50*25=1250 m2. So the number of section is ( where  - means whole part of the number) N=[ St/ Sr ] + 1= [ 3897114 / 1250 ] +1 =[3117.7]+1=3118 rectangle sections.
I have used other site but this one is by far the best one to use. Other sites that I used were in a different country and oftentimes they didn’t meet due dates which is really important plus, the quality of work was often poor… Assignment Experts reply quickly, and the quality of work is bar none… I always get what I ask for… Grate job!!!!! Highly recommend this site to anyone needing that extra help..